基于点云与振动融合的表面粗糙度仿真方法研究

Research on a surface roughness simulation method based on point cloud and vibration fusion

  • 摘要: 针对铣削表面粗糙度建模仿真方法中,数值模型难以与振动特征融合、Z-map模型对复杂表面预测灵活性不足的问题,文章基于Tri-Dexel仿真模型,提出了一种基于点云与振动特征融合的表面粗糙度仿真方法。基于球头铣刀的切削理论分析,建立Tri-Dexel点云模型,提取并融合主轴箱振动在线信号特征,构建了铣削表面粗糙度仿真预测框架。设计平面铣削实验,从仿真形貌与数值两方面验证模型准确性。结果表明,未融合振动的Tri-Dexel模型能较好预测表面粗糙度及形貌,融合振动信号后预测精度进一步提高,十组双向走刀实验中Sz预测平均绝对偏差由29.3%降至10.5%,Sa由31.0%降至21.9%,Sq由27.3%降至18.6%。走刀方式对表面纹理形貌和粗糙度具有较大影响,在大参数加工条件下材料变形与主轴振动加剧会使预测偏差增大。该方法兼顾仿真效率、预测精度与复杂形貌适用性,为表面粗糙度控制及工艺参数优化提供了新的可行技术途径。

     

    Abstract: To address the difficulties in integrating numerical models with vibration features in milling surface roughness modeling and simulation, and the insufficient flexibility of the Z-map model for complex surface prediction, a surface roughness simulation method based on point cloud and vibration fusion was proposed using a Tri-Dexel simulation model. Based on theoretical analysis of ball-end milling, a Tri-Dexel point cloud model was established, online vibration signal features of the spindle box were extracted and fused, and a simulation prediction framework for milling surface roughness was constructed. Plane milling experiments were designed to verify the model accuracy from both simulated morphology and numerical values. The results show that the Tri-Dexel model without vibration fusion can predict surface roughness and morphology well, and the prediction accuracy is further improved after fusing vibration signals. In ten groups of bidirectional milling experiments, the average absolute prediction deviation of Sz decreased from 29.3% to 10.5%, that of Sa decreased from 31.0% to 21.9%, and that of Sq decreased from 27.3% to 18.6%. The tool path mode has a considerable influence on surface texture morphology and roughness. Under large process parameters, intensified material deformation and spindle vibration increase the prediction deviation. The proposed method balances simulation efficiency, prediction accuracy, and applicability to complex morphologies, providing a new feasible technical approach for surface roughness control and process parameter optimization.

     

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